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ARCH/GARCH Models PDF

78 Pages·2017·3.73 MB·English
by  Wei Zhu
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Preview ARCH/GARCH Models

ARCH/GARCH Models 1 Risk Management — Risk: the quantifiable likelihood of loss or less-than-expected returns. — In recent decades the field of financial risk management has undergone explosive development. — Risk management has been described as “one of the most important innovations of the 20th century”. — But risk management is not something new. 2 Risk Management José (Joseph) De La Vega was a Jewish merchant and poet residing in 17th century Amsterdam. There was a discussion between a lawyer, a trader and a philosopher in his book Confusion of Confusions. Their discussion contains what we now recognize as European options and a description of their use for risk management. 3 Risk Management — There are three major risk types: — market risk: the risk of a change in the value of a financial position due to changes in the value of the underlying assets. — credit risk: the risk of not receiving promised repayments on outstanding investments. — operational risk: the risk of losses resulting from inadequate or failed internal processes, people and systems, or from external events. 4 Risk Management — VaR (Value at Risk), introduced by JPMorgan in the 1980s, is probably the most widely used risk measure in financial institutions. 5 Risk Management — Given some confidence level 𝛼 ∈ 0,1 . The VaR of our portfolio at the confidence level α is given by the smallest value 𝑙 such that the probability that the loss 𝐿 exceeds 𝑙 is no larger than 𝛼. 6 VaR The steps to calculate σ t days to be market Volatility forecasted position measure VAR 7 Level of confidence Report of potential loss The success of VaR Is a result of the method used to estimate the risk The certainty of the report depends upon the volatility type of model used to compute the on which these forecast is based 8 Volatility 9 Volatility 10

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VaR (Value at Risk), introduced by JPMorgan in the 1980s, is probably the conditional heteroskedasticity (ARCH) models to model the time-varying
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